MCA calculator: 10 worked examples

How to read every example

A merchant cash advance is the purchase of a portion of your future receivables at a discount, not a loan, and the math behind it is refreshingly simple. Total payback is the advance amount times the factor rate. Cost of capital is that payback minus what you received. Both are flat, with no compounding interest.

The one figure that takes a calculator is the true APR-equivalent. It restates the flat cost as a yearly percentage so you can compare an advance against another advance or against a business line of credit on the same scale. It is an estimate for comparison only, not a contractual APR, because an advance is not priced with an interest rate. Every example below shows all four numbers, and you can reproduce any of them in the MCA calculator.

Example 1: the reference case, $50,000 at 1.40 over 12 months

The example worth memorizing, because it shows the gap between simple and true cost:

• Total payback: $50,000 times 1.40 equals $70,000.
• Cost of capital: $20,000.
• Simple cost: about 40 percent of the amount.
• True APR-equivalent: roughly 71 percent, an estimate for comparison only.
• The takeaway: the 40 percent and the 71 percent describe the same $20,000. The APR-equivalent just accounts for repaying it inside a year.

Example 2: $25,000 at 1.20 over 6 months

A small, fast advance with a low factor:

• Total payback: $25,000 times 1.20 equals $30,000.
• Cost of capital: $5,000.
• True APR-equivalent: high despite the low factor, because six months is a short, fast repayment.
• The takeaway: a low factor can still carry a steep APR-equivalent when the term is short.

Example 3: $40,000 at 1.30 over 9 months

A common middle-of-the-road shape:

• Total payback: $40,000 times 1.30 equals $52,000.
• Cost of capital: $12,000.
• True APR-equivalent: an estimate for comparison only, in the typical range for this factor and term.
• The takeaway: a clean, representative advance most owners would recognize.

Example 4: $100,000 at 1.25 over 12 months

A larger advance with a lower factor:

• Total payback: $100,000 times 1.25 equals $125,000.
• Cost of capital: $25,000.
• True APR-equivalent: lower than the reference case, because a 1.25 factor over a full year is cheaper than 1.40.
• The takeaway: a bigger number is not a worse deal. The factor and term decide the cost.

Example 5: $15,000 at 1.45 over 6 months

A small advance with a high factor and short term:

• Total payback: $15,000 times 1.45 equals $21,750.
• Cost of capital: $6,750.
• True APR-equivalent: among the highest here, since a high factor and a short term compound the effect.
• The takeaway: small and fast is convenient, but it is the most expensive shape per dollar.

Example 6: $250,000 at 1.22 over 15 months

A large advance with a low factor and a longer term:

• Total payback: $250,000 times 1.22 equals $305,000.
• Cost of capital: $55,000.
• True APR-equivalent: among the lowest here, because a low factor stretched over fifteen months eases the annualized figure.
• The takeaway: more time at a low factor produces the gentlest APR-equivalent.

Example 7: $60,000 at 1.35 over 10 months

A mid-size advance at a typical factor:

• Total payback: $60,000 times 1.35 equals $81,000.
• Cost of capital: $21,000.
• True APR-equivalent: an estimate for comparison only, squarely in the common range.
• The takeaway: a representative offer to benchmark a real quote against.

Example 8: same cost, two terms, $50,000 at 1.30

The single most instructive comparison, holding amount and factor fixed and changing only the term:

• Total payback: $50,000 times 1.30 equals $65,000 in both cases.
• Cost of capital: $15,000 in both cases.
• Over 12 months: a lower APR-equivalent.
• Over 8 months: a higher APR-equivalent on the exact same $15,000 cost.
• The takeaway: identical dollars, different true cost, because the shorter term repays faster. This is why term belongs in every comparison.

Example 9: $35,000 at 1.28 over 7 months

A short-term advance at a moderate factor:

• Total payback: $35,000 times 1.28 equals $44,800.
• Cost of capital: $9,800.
• True APR-equivalent: elevated by the seven-month term despite the moderate factor.
• The takeaway: even a moderate factor reads high in APR-equivalent terms when repaid quickly.

Example 10: $500,000 at 1.18 over 18 months

A large advance near the upper end, with the lowest factor and longest term shown:

• Total payback: $500,000 times 1.18 equals $590,000.
• Cost of capital: $90,000.
• True APR-equivalent: the lowest in this set, since a low factor over eighteen months is the gentlest annualized shape.
• The takeaway: scale plus a low factor plus a long term is where the APR-equivalent comes down most.

Now run yours

Across all ten, two rules hold. Payback is amount times factor, and the true APR-equivalent rises as the term shortens, even when the dollar cost does not move. Once you see that, a real offer stops being a mystery. You can tell at a glance whether a factor and term are in a reasonable range, and you can compare two offers honestly using the method on how we calculate true APR.

The examples are illustrations, so the real value is plugging in your own figures. Drop your amount, factor, and term into the MCA calculator and it returns your payback, cost of capital, remittance, and APR-equivalent in seconds. If a funder gives you a factor and a term, the factor rate calculator converts it for you. We are a funding broker, not a lender, so a specialist can also walk through a real offer with you and run the numbers both ways. There is no credit pull to start, and you can see your options or call 866-625-4413.